Manuscript Oai276-A@1 · Oai276-A.tex · section · 215068af

The exact completed conclusion

Completed seven-stage release and remaining boundaries › The exact completed conclusion · lines 1901–1932

(γ, ν) = (\frac{1}{2}, \frac{1}{4}), p^{⋆} is the unique zero of, \frac{469}{1000} < p^{⋆} < \frac{47}{100}, \frac{412377}{1 0 ^{6}} < χ (A_{1/2, 1/4}) < \frac{412378}{1 0 ^{6}} bits, ϕ^{⋆}_{\pm} = 1 - p^{⋆} ∣0 ⟩ \pm p^{⋆} ∣1 ⟩, ϕ^{0}_{\pm} = \frac{1061}{2000} ∣0 ⟩ \pm \frac{939}{2000} ∣1 ⟩, one-use loss < 1 0^{- 6} bits .

A finite maximum certificate is now present. It is not the external all-block-length converse. An entropy optimum is not a decoder circuit. A classical transmission rate is not quantum recovery or secrecy. A thermal parameter is not a gravitational dictionary.

Displayed formulas in this passage

unlabeled · line 1903
$(γ, ν) = (\frac{1}{2}, \frac{1}{4}), p^{⋆} is the unique zero of, \frac{469}{1000} < p^{⋆} < \frac{47}{100}, \frac{412377}{1 0 ^{6}} < χ (A_{1/2, 1/4}) < \frac{412378}{1 0 ^{6}} bits, ϕ^{⋆}_{\pm} = 1 - p^{⋆} ∣0 ⟩ \pm p^{⋆} ∣1 ⟩, ϕ^{0}_{\pm} = \frac{1061}{2000} ∣0 ⟩ \pm \frac{939}{2000} ∣1 ⟩, one-use loss < 1 0^{- 6} bits .$